Abstract
The theory of finite elasticity is used to investigate the behaviour of cylindrical tubes made of compressible, hyperelastic materials and subjected to the simultaneous action of spin and radial tractions on the outer curved surface while the inner curved surface is perfectly bonded to a rigid shaft. The second order quasi-linear ordinary differential equation governing the system is solved numerically by the method of adjoints. The effects of the material compressibility, the second strain invariant dependent behaviour and the spin speed on the response of the tubes are studied by considering several numerical examples.
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